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Fly Levelling
surveying Engineering
2022- 2021
1
Erbil polytechnic university
technical engineering college
civil engineering department
Prepared by
Asst. Prof. Salar Khudhur Hussein
Ass. Lecturer Mr. Kamal Yaseen
Ass. Lecturer Ms. Dilveen H. Omar
Benchmark
Fly Levelling
. Fly leveling: -Fly leveling is just like differential leveling carried
out to check the accuracy of leveling work. It is a very approximate
form of leveling in which sights are taken as large as possible. in this
method, a line of levels is run to determine approximately reduced
levels of the points carried out with more rapidly and less precision
The aim of fly Levelling: The main purpose of this type of leveling is
to check the values of the reduced levels of the bench marks already
fixed. In this method only back sight and foresight are taken. There is
no need of intermediate sights. However great care has to be taken for
selecting the change points (Turning Points) and for taking reading on
the change points because the accuracy of leveling depends upon
these. 2
Create Bench Marks (BM)
3
Bench Marks
Bench Mark is a point of known elevation, there are three Type of Bench Marks
1-Perment Bench Mark.
2-Orbitrary Bench Mark .
3-Temporary Bench Mark .
1-Permanent bench marks
• These benchmarks are written on permanent objects such as milestones, culverts,
bridges etc. their values are clearly written and their position are recorded for
future reference.
4
City Center BM
Shanadr BM
Introduction to Surveying (BPD)
LEVELLING PROCEDURES
Department of Structural Engineering Technology
College Of Technology
5
6
Bench Mark B. M
RLBM
Benchmark
Datum
7
2.Datum Surface; Datum surface is
any level surface to which the elevations
of all points may be referred. The mean
sea level(MSL) is usually adopted as
datum.
Mean Sea Level
Leveling Process Calculation
To find reduced level of points, there are two methods:
1. Height of collimation method
The following formula will serve as a guide to the reduction of level by this method;
H. I= B. S + R. L.BM
R. L (new)= H. I – staff reading(I.S or F.S)
H. I. (old) – F. S = R. L (new) at change point
R. L. (new) + B.S = H. I. (new)
2. Rise and Fall method
Rise or fall = B.S – F.S or I.S
= I.S preceding point – I.S following point = I.S – F.S
R.L of any point = R.L B.M + {Rise (+) or fall (-)}
Distance (AB) = (Upper – Lower)x 100
8
H.I
R.L
A B
Sea level-Datum
Elevation
How do we find horizontal distance using
levelling Machine
9
10
BM=100
ST1
ST2 ST3
ST4
ST5
TP1
TP2
TP3
TP4
TBM=?
Fly Levelling
Close loop survey
Fly and Differential leveling Using (Rise&fall)
and (HI)methods
11
Checks for Errors
1. Closed loop check To close the loop the survey is continued back to the
beginning. Any difference in elevation for BM1 between the initial elevation of
BM1 and the closing elevation of BM1 is error.
2. The Note check (The Computation check) The note check uses an equation:
∑B.S - ∑F.S = R.L last - R. L first
3. Allowable error (Misclosure); Is the difference between the known
benchmark and computed benchmark
misclosure =Known point- measured point =0
12
Misclosure
•The amount by which the measured height
difference (DH measure) differs from the known
height difference derived from the RLs of the
starting and finishing benchmarks (DH known
Misclosure = DH known – DH measure
13
• The third check for error is also called the allowable error.
• It is common practice for the individual contracting the work to specify the acceptable level of
error. Professional standards may also specify allowable error.
The allowable error is based on an equation:
Allowable misclosure=E =C 𝑹
Where: C=constant C=12 for Mountain area C=30 for Ground levelling
R= is total distance by Km
Correction= E/n n=Number of T.P stations
Note:
• If actual misclosure<allowable misclosure(E), therefore the survey is acceptable. Unless, you
divide the error into turning points only.
• ΣBS - ΣFS only checks CALCULATION not OBSERVATIONS
• Observations checked by closing onto known final point MISCLOSURE
• Intermediate sights NOT checked by either.
14
Table and Corrections,,, Misclosure = DH known – DH measure
point BS IS FS HI RL Corrections Corrected ,,RL DH Distance
15
Allowable closing error
Where:
D =Distance in km
E = Misclosure error in (mm).
C = 30 for fixed levelling process in rough ground.
C = 15 for normal leveling in flat area (Good work)
16
Fly Levelling example
Computation of Elevations for an open loop survey
H.I method
Elevation 100.00
BS
12.64
Point
BM1
Elevation
BS HI FS
BM1
12.64 112.64 100.00
1. BS + Elevation = HI
BM2=124.47m
17
Computation of Elevations
Elevation 100.00
BS
12.64
FS
3.11
Point
BM1
TP1
Elevation
BS HI FS
TP1
BM1
12.64 112.64
3.11 109.53
BS
10.88
10.88 120.41
100.00
18
Computation of Elevations
Elevation 100.00
BS
12.64
FS
3.11
Point
BM1
TP1
Elevation
BS HI FS
TP1
BM1
12.64 112.64
3.11 109.53
BS
10.88
10.88 120.41
FS
2.56
TP2
2.56
TP2 117.85
100.00
19
Computation of Elevations
Elevation 100.00
BS
12.64
FS
3.11
Point
BM1
TP1
Elevation
BS HI FS
TP1
BM1
12.64 112.64
3.11 109.53
BS
10.88
10.88 120.41
FS
2.56
TP2
2.56
TP2 117.85
BS
9.72
9.72 127.57
100.00
20
Computation of Elevations
Elevation 100.00
BS
12.64
FS
3.11
Point
BM1
TP1
Elevation
BS HI FS
TP1
BM1
12.64 112.64
3.11 109.53
BS
10.88
10.88 120.41
FS
2.56
TP2
2.56
TP2 117.85
BS
9.72
9.72 127.57
BM2
FS
3.10
BM2 3.10 124.47
100.00
21
Differential Leveling
Computation of Elevations
Elevation 100.00
BS
12.64
FS
3.11
Point
BM1
TP1
Elevation
BS HI FS
TP1
BM1
12.64 112.64
3.11 109.53
BS
10.88
10.88 120.41
FS
2.56
TP2
2.56
TP2 117.85
BS
9.72
9.72 127.57
BM2
FS
3.10
BM2 3.10 124.47
100.00
22
Differential Leveling
Computation of Elevations
3. Change in elevation- summation of the backsight and
the foresight then subtract
+33.24 -8.77
Change in elevation = 33.24 -8.77 =24.47
Point
BM1
TP1
Elevation
BS HI FS
12.64 112.64
3.11 109.53
10.88 120.41
2.56
TP2 117.85
9.72 127.57
BM2 3.10 124.47
100.00
23
Summation
Last RL – First RL =124.47 – 100.00 = 24.47 m
For check
Correction For Errors in Leveling
1. Errors Due to the line of sight being not horizontal
2. Error Due to Curvature and refraction.
Correct
reading
Actual
reading
Size of error depends on
sight length
24
Errors in differential leveling: -
1) Non adjustment of the instrument: -
a) Adjustment of cross-wire ring
b) Adjustment of the bubble tube
c) Adjustment of line of sight
2-Errors in levelling
• Collimation line
• Parallax
• Change point instability
• Instrument instability
• Benchmark instability
• Staff reading errors ,
• Staff verticality
• Level Instrument shading
• Temperature on staff
• Booking errors)
• Earth curvature
• Refraction
• The Bubble not centered
26
3-Constant error (instrumental error):
A. Non vertically of the staff.
B. Collimation error in the instrument.
C. Staff gradation error.
4- Random error (natural error):
A. Effect of wind and temperature.
B. Soft and hard ground.
C. Change points. CP
D. Human deficiencies and neglect .
27

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Fly Levelling

  • 1. Fly Levelling surveying Engineering 2022- 2021 1 Erbil polytechnic university technical engineering college civil engineering department Prepared by Asst. Prof. Salar Khudhur Hussein Ass. Lecturer Mr. Kamal Yaseen Ass. Lecturer Ms. Dilveen H. Omar Benchmark
  • 2. Fly Levelling . Fly leveling: -Fly leveling is just like differential leveling carried out to check the accuracy of leveling work. It is a very approximate form of leveling in which sights are taken as large as possible. in this method, a line of levels is run to determine approximately reduced levels of the points carried out with more rapidly and less precision The aim of fly Levelling: The main purpose of this type of leveling is to check the values of the reduced levels of the bench marks already fixed. In this method only back sight and foresight are taken. There is no need of intermediate sights. However great care has to be taken for selecting the change points (Turning Points) and for taking reading on the change points because the accuracy of leveling depends upon these. 2
  • 4. Bench Marks Bench Mark is a point of known elevation, there are three Type of Bench Marks 1-Perment Bench Mark. 2-Orbitrary Bench Mark . 3-Temporary Bench Mark . 1-Permanent bench marks • These benchmarks are written on permanent objects such as milestones, culverts, bridges etc. their values are clearly written and their position are recorded for future reference. 4 City Center BM Shanadr BM
  • 5. Introduction to Surveying (BPD) LEVELLING PROCEDURES Department of Structural Engineering Technology College Of Technology 5
  • 6. 6
  • 7. Bench Mark B. M RLBM Benchmark Datum 7 2.Datum Surface; Datum surface is any level surface to which the elevations of all points may be referred. The mean sea level(MSL) is usually adopted as datum. Mean Sea Level
  • 8. Leveling Process Calculation To find reduced level of points, there are two methods: 1. Height of collimation method The following formula will serve as a guide to the reduction of level by this method; H. I= B. S + R. L.BM R. L (new)= H. I – staff reading(I.S or F.S) H. I. (old) – F. S = R. L (new) at change point R. L. (new) + B.S = H. I. (new) 2. Rise and Fall method Rise or fall = B.S – F.S or I.S = I.S preceding point – I.S following point = I.S – F.S R.L of any point = R.L B.M + {Rise (+) or fall (-)} Distance (AB) = (Upper – Lower)x 100 8 H.I R.L A B Sea level-Datum Elevation
  • 9. How do we find horizontal distance using levelling Machine 9
  • 11. Fly and Differential leveling Using (Rise&fall) and (HI)methods 11
  • 12. Checks for Errors 1. Closed loop check To close the loop the survey is continued back to the beginning. Any difference in elevation for BM1 between the initial elevation of BM1 and the closing elevation of BM1 is error. 2. The Note check (The Computation check) The note check uses an equation: ∑B.S - ∑F.S = R.L last - R. L first 3. Allowable error (Misclosure); Is the difference between the known benchmark and computed benchmark misclosure =Known point- measured point =0 12
  • 13. Misclosure •The amount by which the measured height difference (DH measure) differs from the known height difference derived from the RLs of the starting and finishing benchmarks (DH known Misclosure = DH known – DH measure 13
  • 14. • The third check for error is also called the allowable error. • It is common practice for the individual contracting the work to specify the acceptable level of error. Professional standards may also specify allowable error. The allowable error is based on an equation: Allowable misclosure=E =C 𝑹 Where: C=constant C=12 for Mountain area C=30 for Ground levelling R= is total distance by Km Correction= E/n n=Number of T.P stations Note: • If actual misclosure<allowable misclosure(E), therefore the survey is acceptable. Unless, you divide the error into turning points only. • ΣBS - ΣFS only checks CALCULATION not OBSERVATIONS • Observations checked by closing onto known final point MISCLOSURE • Intermediate sights NOT checked by either. 14
  • 15. Table and Corrections,,, Misclosure = DH known – DH measure point BS IS FS HI RL Corrections Corrected ,,RL DH Distance 15
  • 16. Allowable closing error Where: D =Distance in km E = Misclosure error in (mm). C = 30 for fixed levelling process in rough ground. C = 15 for normal leveling in flat area (Good work) 16
  • 17. Fly Levelling example Computation of Elevations for an open loop survey H.I method Elevation 100.00 BS 12.64 Point BM1 Elevation BS HI FS BM1 12.64 112.64 100.00 1. BS + Elevation = HI BM2=124.47m 17
  • 18. Computation of Elevations Elevation 100.00 BS 12.64 FS 3.11 Point BM1 TP1 Elevation BS HI FS TP1 BM1 12.64 112.64 3.11 109.53 BS 10.88 10.88 120.41 100.00 18
  • 19. Computation of Elevations Elevation 100.00 BS 12.64 FS 3.11 Point BM1 TP1 Elevation BS HI FS TP1 BM1 12.64 112.64 3.11 109.53 BS 10.88 10.88 120.41 FS 2.56 TP2 2.56 TP2 117.85 100.00 19
  • 20. Computation of Elevations Elevation 100.00 BS 12.64 FS 3.11 Point BM1 TP1 Elevation BS HI FS TP1 BM1 12.64 112.64 3.11 109.53 BS 10.88 10.88 120.41 FS 2.56 TP2 2.56 TP2 117.85 BS 9.72 9.72 127.57 100.00 20
  • 21. Computation of Elevations Elevation 100.00 BS 12.64 FS 3.11 Point BM1 TP1 Elevation BS HI FS TP1 BM1 12.64 112.64 3.11 109.53 BS 10.88 10.88 120.41 FS 2.56 TP2 2.56 TP2 117.85 BS 9.72 9.72 127.57 BM2 FS 3.10 BM2 3.10 124.47 100.00 21
  • 22. Differential Leveling Computation of Elevations Elevation 100.00 BS 12.64 FS 3.11 Point BM1 TP1 Elevation BS HI FS TP1 BM1 12.64 112.64 3.11 109.53 BS 10.88 10.88 120.41 FS 2.56 TP2 2.56 TP2 117.85 BS 9.72 9.72 127.57 BM2 FS 3.10 BM2 3.10 124.47 100.00 22
  • 23. Differential Leveling Computation of Elevations 3. Change in elevation- summation of the backsight and the foresight then subtract +33.24 -8.77 Change in elevation = 33.24 -8.77 =24.47 Point BM1 TP1 Elevation BS HI FS 12.64 112.64 3.11 109.53 10.88 120.41 2.56 TP2 117.85 9.72 127.57 BM2 3.10 124.47 100.00 23 Summation Last RL – First RL =124.47 – 100.00 = 24.47 m For check
  • 24. Correction For Errors in Leveling 1. Errors Due to the line of sight being not horizontal 2. Error Due to Curvature and refraction. Correct reading Actual reading Size of error depends on sight length 24
  • 25. Errors in differential leveling: - 1) Non adjustment of the instrument: - a) Adjustment of cross-wire ring b) Adjustment of the bubble tube c) Adjustment of line of sight 2-Errors in levelling • Collimation line • Parallax • Change point instability • Instrument instability • Benchmark instability
  • 26. • Staff reading errors , • Staff verticality • Level Instrument shading • Temperature on staff • Booking errors) • Earth curvature • Refraction • The Bubble not centered 26
  • 27. 3-Constant error (instrumental error): A. Non vertically of the staff. B. Collimation error in the instrument. C. Staff gradation error. 4- Random error (natural error): A. Effect of wind and temperature. B. Soft and hard ground. C. Change points. CP D. Human deficiencies and neglect . 27